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QUIZ

1.

Logical equivalent proposition to the proposition ̴ (p ˅q) is

2.

Let p and q be two propositions. Then the inverse of the implication p → q is ?

3.

Let p and q be two propositions, then the contra positive of the implication p → q is.

4.

If p and q are two simple propositions, then p → q is false when.

5.

If p and q are two simple propositions, then p ↔ ̴ q is true when.

6.

For any three propositions p,q and r the proposition (p ^q) ^ (q ^ r) is true when

7.

If p and q are two propositions, then ̴ (p ↔ q) is

8.

P ^ (q ^ r) is logically equivalent to

9.

̴ ( ̴ p) ↔ p is

10.

Which of the following Is logically equivalent to ̴ ( ̴ p →q) ?

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QUIZ

1. Logical equivalent proposition to the proposition ̴ (p ˅q) is

2. Let p and q be two propositions. Then the inverse of the implication p → q is ?

3. Let p and q be two propositions, then the contra positive of the implication p → q is.

4. If p and q are two simple propositions, then p → q is false when.

5. If p and q are two simple propositions, then p ↔ ̴ q is true when.

6. For any three propositions p,q and r the proposition (p ^q) ^ (q ^ r) is true when

7. If p and q are two propositions, then ̴ (p ↔ q) is

8. P ^ (q ^ r) is logically equivalent to

9. ̴ ( ̴ p) ↔ p is

10. Which of the following Is logically equivalent to ̴ ( ̴ p →q) ?

Answers

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1.

Logical equivalent proposition to the proposition ̴ (p ˅q) is

2.

Let p and q be two propositions. Then the inverse of the implication p → q is ?

3.

Let p and q be two propositions, then the contra positive of the implication p → q is.

4.

If p and q are two simple propositions, then p → q is false when.

5.

If p and q are two simple propositions, then p ↔ ̴ q is true when.

6.

For any three propositions p,q and r the proposition (p ^q) ^ (q ^ r) is true when

7.

If p and q are two propositions, then ̴ (p ↔ q) is

8.

P ^ (q ^ r) is logically equivalent to

9.

̴ ( ̴ p) ↔ p is

10.

Which of the following Is logically equivalent to ̴ ( ̴ p →q) ?